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-1 votes

Why is $\mu\to e \gamma$ forbidden in the SM w/o neutrino masses?

a) Densidade Lagrangiana para Elétrons e Múons Acoplados ao Eletromagnetismo A densidade Lagrangiana para elétrons acoplados ao eletromagnetismo é dada por: 𝐿 − 1 4 𝐹 𝜇 𝜈 𝐹 𝜇 𝜈 + 𝜓 ˉ ( 𝑖 𝛾 𝜇...
Eris Santos Silva's user avatar
1 vote

Motion of fragments

If we assume that all the fragments have the energy, then for three fragments, we have that the momentum vectors have equal lengths, and their sum is zero. The sum of vectors is geometrically ...
Acccumulation's user avatar
0 votes

Particle A decays to particle B and massless particle C

You indeed do not have enough information to solve for the mass of B. A helpful physicist’s trick is to always look at the most extreme cases, for instance, “I know this is some sort of rotation so ...
CR Drost's user avatar
  • 39k
3 votes

Motion of fragments

is it even possible to accurately predict the motion of the fragments of an ideal body given that it splits into equal masses? No, at least, not if all we are given is that the system conserves ...
Dale's user avatar
  • 109k
1 vote

Motion of fragments

In a nutshell, is it even possible to accurately predict the motion of the fragments of an ideal body given that it splits into equal masses? Why wouldn't it? For conservation of momentum, if the ...
Bob D's user avatar
  • 77.9k
0 votes

Motion of fragments

Yes, it is possible to predict the movement of fragments that break apart in parts of equal mass. Consider that the energy must be evenly divided among the bodies, which results in all bodies having ...
Carlos Estanislau's user avatar
8 votes
Accepted

Motion of fragments

In general, you would need very precise, and often unattainable, information about the internal structure of the fragmented body, the exact nature of the stresses that caused it to fracture, and a ...
Matt Hanson's user avatar
  • 3,397
1 vote

Condition on conserved quantities to escape Kerr black hole

Consider a test particle of mass $m$ moving in the Kerr spacetime, described by the metric in Boyer-Lindquist coordinates $(t, r, \theta, \phi)$: $$ ds^2 = -\left(1 - \frac{2Mr}{\Sigma}\right)dt^2 - \...
Willy Wallace's user avatar
1 vote

Is flavor a charge? Is there a field associated with flavor?

No, flavour is not a charge. In physics, the word charge is usually saved for the conserved quantities under group symmetries. Thus electric and colour charges are fundamental in the Standard Model ...
Gaussian97's user avatar
1 vote

Is flavor a charge? Is there a field associated with flavor?

Color is an observation that does not translate very well to classical physics. There's no "part" of a hadron that has any particular color more than another color, it's not like poles of ...
qa test's user avatar
  • 29
1 vote

Does fixing particle number + only evolving to lower energy states make the simulated system isolated?

If a system is completely isolated, then it will neither gain nor lose energy, i.e., its energy is fixed. A system whose energy is exactly specified will take on states drawn from the microcanonical ...
Michael Seifert's user avatar
2 votes
Accepted

What is the Carter constant?

In very basic terms, the Carter constant is a mathematical quantity that helps about the description and predictability of particle’s motion around a rotating black hole. There are four quantities ...
Suraj Gavhale's user avatar
3 votes

What is the Carter constant?

The square root of the Carter constant has the units of angular momentum. In Schwarzschild it reduces to the covariant angular momentum in the θ direction, while in Kerr it corrects for the frame ...
Yukterez's user avatar
  • 13k
0 votes

Is conservation of momentum and energy valid for non-inertial frames?

Balance of momentum and energy (and also angular momentum) is valid in any frame and any coordinate system. It's important here to make a distinction between a balance law and a conservation law. For ...
pglpm's user avatar
  • 3,833
0 votes

Why does a smaller mass gain higher speed in an elastic collision with a larger mass?

Think of the large mass as a great big moving wall. Now imagine sitting on the wall. As far as you are concerned, the wall stays still while some small thing (a ping-pong ball or whatever) comes along ...
Andrew Steane's user avatar
2 votes

Why does a smaller mass gain higher speed in an elastic collision with a larger mass?

Because of Newton's Third Law, the masses experience the same magnitude force during the collision. The smaller mass will experience a larger acceleration due to Newton's Second Law. So, in most ...
Mark H's user avatar
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1 vote
Accepted

Why does a smaller mass gain higher speed in an elastic collision with a larger mass?

The first thing to do is work in the center-of-mass frame ($F$), where: $$ p_i = -P_i $$ which scatters to: $$ p_f = -p_i $$ $$ P_f = -P_f $$ (note: this is a 1D problem, so I am not using vector ...
JEB's user avatar
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2 votes

Why is rotational kinetic energy not explicitly considered in the energy analysis of a simple pendulum?

The simple pendulum is idealized. The bob is treated as a point mass. Furthermore, the amplitude is kept small enough that $sin(\theta) \approx \theta$. The mass of the rod is ignored. Friction is ...
mmesser314's user avatar
  • 45.7k
0 votes

Difference between weak and strong interactions?

You can check which interaction is going on by checking whether $I_3$ (isospin) is conserved or not. If not, then weak interaction is present. Otherwise, it is strong/electromagnetic interaction.
Nashley Dias's user avatar
6 votes
Accepted

Under what conditions will a circuit violate conservation of charge and/or conservation of energy?

Kirchoff’s current law (KCL) implements the conservation of charge in a circuit. Kirchoff’s voltage law (KVL) implements the conservation of energy in a circuit. See Boundless Physics, various online ...
Dale's user avatar
  • 109k
4 votes

Why do some nuclei decay exclusively via positron emission rather than electron capture?

You are correct that electron capture is always possible for any isotope that can decay by positron emission. The reverse is not true. It can be confusing that electron capture and positron emission ...
David Bailey's user avatar
  • 13.2k
3 votes

Beta decay of 6-Helium

Hans Bethe and Philip Morrison give the following "hand-waving" answer to this question on pages 226-227 of the 2nd edition of their influential non-textbook on nuclear physics titled ...
Noah Bray-Ali's user avatar
5 votes

Why do some nuclei decay exclusively via positron emission rather than electron capture?

While summaries on various websites can provide a high level overview, if you want real details one should go to something like the Evaluated Nuclear Structure Data File (various mirrors around the ...
Jon Custer's user avatar
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